ipl-logo

Ciirrcjfxbh

.pdf
School
Eastern University**We aren't endorsed by this school
Course
BIO 123
Subject
Electrical Engineering
Date
Dec 19, 2024
Pages
2
Uploaded by BarristerAtomGoldfish42
Circuit ini Training - Fundamental Theorem of Calculus, Part | Name - Directions: Beginning =, —--ons: Beginning in \firasionally Part 1) gin cell #1, use the Fundamental Theorem of Calculus Part I (and ecomes #2. C Let H(t) = J‘ltf 1) to answer the question. Search for your answer and that problem ontinue in this manner until you complete the circuit. estions about the function H(t) pertain to the following given information.. (x)dx where f(x) is the continuous function composed of three line Seégments with domain [—2, 4] as graphed below: 4 T A 3¢ ) 2 Answer: = #_1__ LetF(x) = [ 5dt. FindF(3). |#__ Find%f_tjmlfxz dx and evaluate o itfort = —=. S L\ y \W \ e 2 o " X o T o7 [Heny? - de J- . S Q fl< \'\"} /%~ - < A Tt Ty h‘("@n‘g ] ,6'2 Answer: 1 Answer: -2 # x 1 ____? Find F'(3%) given F(t) = fst%ecosxdx. # H"(1) . T2~ . U ~ ( \ ~ - § ig‘ e, (o0 1) 'O G T or NS T X - - Ceft R - ) o 9CH) © Virge Cornelius 2016 Calculus Mega Bundle 111
Background image
Answer: -1 s(t) = 5(0) + [ (B+sec2p)dp where s(0) = —6. Find s(%). NORIES e j; FRSEAREGD L G(x) = J cos(@ +n)d9 G (_‘ = VI B ! e - L%j _ | - 2 - &) Answer: 15 Answer: -3 4 ' Let G(x) = f tdt. Find 6(4), Given W (1) = J; In(x — Ddx. Find W" (). X . fék | S \\T\é\ CERRLE /7 v _ Ly Y~ G 408 508 Y3 G L Answer: 3 — Answer: 0 ‘ # The position function, s(t), is defined as # Now evaluate H'(3) . —~2) Answer: 2 Evaluate H(1). 0\ ) K o AR — O # The next questions are about H (x). Answer: -6 #_7 Let F(x) = [; VI +tdt. Find F'(15). 5 © Virge Cornelius 2016 Calculus Mega Bundle \fi\q 112
Background image